

InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
201. |
What is musical scale? |
Answer» A series of notes whose fundamental frequencies have definite ratios and which produce a pleasing effect on the ear when sounded in succession constitute a musical scale. |
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202. |
What is a longitudinal wave ? Give an example. |
Answer» If the particles of a medium vibrate along the direction of wave propagation then wave is called longitudinal waves, e.g: Sound waves in air are longitudinal waves. |
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203. |
When two tuning forks A and X are sounded together produces 6 beats per second. If the frequency of A is 341 Hz. What is the frequency of X? |
Answer» fA = 341 Hz f = ? and fb = 6 beats/s fb= fA ~ fx or f = fA ± fb = 341 ± 6 = 335 Hz or 347 Hz. |
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204. |
What are the uses of the Doppler effect? |
Answer» 1. Doppler effect is used in a radar system to detect the speed of automobiles and aeroplanes. 2. It is used to determine the speed submarines (Using SONAR). 3. It is used to determine the speed of stars and planets and other celestial bodies. |
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205. |
How does its frequency of a tuning fork change when the prongs are 1. filed 2. waxed. |
Answer» 1. When the prongs of a tuning fork are filed its frequency increases. 2. The frequency of a tuning fork decreases when the prongs are waxed. |
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206. |
What is the Doppler effect? Give an example. |
Answer» The apparent change in the frequency of sound due to the relative motion between the source and the observer is called the Doppler effect. E.g: The apparent frequency of the whistle of a train increases as it. approaches an observer on the platform and decreases when the train passes the observer. |
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207. |
What is meant by beats? What are its applications ?. |
Answer» The periodic rise and fall (Waxing and waning) in the intensity of sound due to the superposition of two sound waves of slightly different frequencies traveling in the same direction is called beats. The phenomenon of beats can be used. 1. To determine the unknown frequency of a tuning fork. 2. In tuning musical instruments. |
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208. |
For the wave described in the last problem plot the displacement ( y ) versus ( t) graphs for x = 0.2 and 4 cm. What are the shapes of these graphs ? In which aspects doesthe oscillatory motion in travelling wave differ from one point to another `:` amplitude, frequency or phase ? |
Answer» The transverse harmonic wave is `y( x,t) = 3.0 [ 36t + 0.018x+(pi)/(4) ]` For x = 0 `y ( 0,t) = 3.0 sin ( 36t + ( pi)/(4) )` ...(i) Here `w = ( pi)/(T) =36, T =( 2pi)/( 36) =( pi)/(18) sec`. |
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209. |
If we study the vibration of a pipe open at both ends, then the following statements is not trueA. open end will be antinodeB. odd harmonics of the fundamental frequencyC. All harmonics of the fundamental frequency will be generatedD. pressure change will be maxium at both ends. |
Answer» Correct Answer - d |
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210. |
The second overtone of an open organ pipe has the same frequency as the first overtone of a closed pipe `L` metre long. The length of the open pipe will beA. LB. 2LC. L/2D. 4L |
Answer» Correct Answer - b |
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211. |
When a source of sound is in motion towards a stationary observer, the effect observed is (a) increase in the velocity of sound only (b) decrease in the velocity of sound only (c) increase in frequency of sound only(d) increase in both the velocity and the frequency of sound |
Answer» (c) increase in frequency of sound only |
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212. |
Define the term wave motion? |
Answer» Wave motion is a kind of disturbances which travels through a medium due to repeated vibrations of the particles of the medium about their mean positions, the disturbance being handed over form one particle to the next. |
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213. |
Define reverberation time? |
Answer» It is defined as the time which sound takes to fall in intensity to one millionth (10-6) part of its original intensity after it was stopped. |
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214. |
What is plane progressive harmonic wave? |
Answer» If during the propagation of a wave through a medium the particles of the medium vibrate simple harmonically about their mean positions, than the wave is said to be plane progressive harmonic wave. |
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215. |
What do you mean by phase of a wave? |
Answer» The phase of a harmonic is quantity that gives complete information of the wave at any time and at any position. |
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216. |
What is meant by reverberation? |
Answer» The persistence of audible sound after the source has ceased to emit sound is called reverberation. |
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217. |
Define wave velocity or phase velocity? |
Answer» The distance covered by a wave in the direction of its propagation per unit time is called the wave velocity. |
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218. |
What is meant by threshold of heating |
Answer» The lowest intensity of sound that can be perceived by the human ear is called threshold of hearing. For a sound of frequency 10 kHz, the threshold of hearing is 10-12 Wm-2 |
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219. |
What is meant by an echo? Explain. |
Answer» Echo: An echo is a repetition of sound produced by the reflection of sound waves from a wall, mountain or other obstructing surfaces. Explanation: The speed of sound in air at 20°C is 344 m s-1 . If we shout at a wall which is at 344 m away, then the sound will take 1 second to reach the wall. After reflection, the sound will take one more second to reach us. Therefore, we hear the echo after two seconds. Scientists have estimated that we can hear two sounds properly if the time gap or time interval between each sound is \((\frac{1}{10})^{th}\) of a second (persistence of hearing) i.e., 0.1 s. Then, Velocity = \(\frac{distance \,travelled}{Time\, taken}\) = \(\frac{2d}{t}\) 2d= 344 × 0.1 = 34.4m ;d= 17.2m The minimum distance from a sound reflecting wall to hear an echo at 20°C is 17.2 meter. |
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220. |
Discuss how ripples are formed in still water. |
Answer» Suppose we drop a stone in a trough of still water, we can see a disturbance produced at the place where the stone strikes the water surface. We find that this disturbance spreads out (diverges out) in the form of concentric circles of ever increasing radii (ripples) and strike the boundary of the trough. This is because some of the kinetic energy of the stone is transmitted to the water molecules on the surface. Actually the particles of the water (medium) themselves do not move outward with the disturbance. This can be observed by keeping a paper strip on the water surface. The strip moves up and down when the disturbance (wave) passes on the water surface. This shows that the water molecules only undergo vibratory motion about their – mean positions. |
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221. |
What are stationary waves? |
Answer» When two identical waves of same amplitude and frequency travelling in opposite directionals with the same speed along the same path superpose each other, the resultant wave does not travel in the either direction and is called stationary or standing waves. |
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222. |
Briefly explain the difference between travelling waves and standing waves. |
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223. |
Change in temperature of the medium changesA. frequency of sound wavesB. amplitude of sound wavesC. wavelength of sound waves.D. loudness of sound waves |
Answer» Correct Answer - C Change in temperature of the medium changes the velocity of sound wave and hence the wavelength of the sound waves. This is because frequency `v=(v)/(lambda)` is fixed. |
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224. |
Speed of sound wave in air(a) is independent of temperature.(b) increases with pressure.(c) increases with increase in humidity.(d) decreases with increase in humidity. |
Answer» (c) increases with increase in humidity. |
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225. |
Change in temperature of the medium changes(a) frequency of sound waves.(b) amplitude of sound waves.(c) wavelength of sound waves.(d) loudness of sound waves. |
Answer» (c) wavelength of sound waves. |
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226. |
A sonometer wire is vibrating in resonance with a tuning fork. Keeping the tension applied same, the length of the wire is doubled. Under what conditions would the tuning fork still be is resonance with the wire? |
Answer» Wire of twice the length vibrates in its second harmonic. Thus if the tuning fork resonaters at L, it will resonate at 2L. |
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227. |
What is meant by interference of waves? |
Answer» Interference is a phenomenon in which two waves superimpose to form a resultant wave of greater, lower or the same amplitude. |
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228. |
With propagation of longitudinal waves through a medium, the quantity transmitted is(a) matter.(b) energy.(c) energy and matter.(d) energy, matter and momentum. |
Answer» (c) energy and matter. | |
229. |
A string of mass 2.5 kg is under a tension of 200 N. The length of the stretched string is 20.0 m. If the transverse jerk is struck at one end of the string, the disturbance will reach the other end in(a) one second(b) 0.5 second(c) 2 seconds(d) data given is insufficient. |
Answer» (b) 0.5 second |
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230. |
Explain the beat phenomenon. |
Answer» When two or more waves superimpose each other with slightly different frequencies, then a sound of periodically varying amplitude at a point is observed. This phenomenon is known as beats. The number of amplitude maxima per second is called beat frequency. If we have two. sources, then their difference in frequency gives the beat frequency. Number of beats per second n = | f1 – f2 | per second |
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231. |
Equation of a plane progressive wave is given by y =0.6sin2π(t-x/2) . On reflection from a denser medium its amplitude becomes 2/3 of the amplitude of the incident wave. The equation of the reflected wave is(a) y =0.6sin2π(t+x/2)(b) y=-0.4sin2π(t+x/2)(c) y=0.4sin2π(t+x/2)(d) y=-0.4sin2π(t-c/2) |
Answer» (d) y=-0.4sin2π(t-c/2) |
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232. |
A sound wave is passing through air column in the form of compression and rarefaction. In consecutive compressions and rarefactions,(a) density remains constant.(b) Boyle’s law is obeyed.(c) bulk modulus of air oscillates.(d) there is no transfer of heat |
Answer» (d) there is no transfer of heat |
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233. |
What is beat frequency? |
Answer» The number of beats heard per second is called beat frequency. |
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234. |
What should be minimum length of an open organ pipe for producing a note of 110 Hz. The speed of sound is `330 ms^(-1)`. |
Answer» Correct Answer - 1.5 m | |
235. |
The number of compressions and rarefactions which pass an observer in 5 minutes, if the velocity of sound wave is 330 m/s and the wavelength of the wave is 30 cm, isA. 3300B. `3.3xx10^(4)`C. `3.3xx10^(5)`D. `3.3xx10^(2)` |
Answer» Correct Answer - C | |
236. |
What are the beats? |
Answer» The rise and fall in the intensity of sound due to the superposition of two sound waves of slightly different frequencies traveling in the same direction is known as beats. |
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237. |
How does velocity of sound vary with temperature? |
Answer» The velocity of sound in a gas is directly proportional to the square root of the absolute temperature. |
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238. |
A wave has a velocity of 330 ms-1 at one atmospheric pressure. What will be its velocity at 4 atmospheric pressure? |
Answer» 330 ms-1 [Reason: Velocity of sound in a gas is independent of pressure]. |
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239. |
The velocity of sound in a gas depends on …. (a) Wavelength only (b) density and elasticity of gas (c) intensity only (d) amplitude and frequency |
Answer» (b) density and elasticity of gas |
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240. |
If the equation of progressive wave is given by `y=4 sin pi[(t)/(5)-(x)/(9)+(pi)/(6)]` then, which of the following is correct `?` (Assume SI units )A. v= 5cmB. `lamda = 18 cm`C. a = 0.04 cmD. f =50 Hz |
Answer» Correct Answer - b |
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241. |
the velocity of sound in any gas deponds uponA. wavelength of soundB. Density and elasticity of gasC. intensity of sound wavesD. ampiltude and frequency of sound |
Answer» Correct Answer - b |
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242. |
If the amplitude of sound is doubled and the reduced to one- fourth the intesity of sound at the same point willA. incresase by a factor of 2B. decrease by a factor of 2C. decrease by a factor of 4D. remains unchanged |
Answer» Correct Answer - c |
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243. |
Two pipes are each 50 cm in length. One of them is closed at one end while the other is open at both ends. The speed of sound in air is 340 m `s^(-1)`. The frequency at which both the pipes can resonate isA. 680 HzB. 510 HzC. 85 HzD. None of these |
Answer» Correct Answer - D A pipe open only at one end and another one of equal length but open at both the ends have their fundamental frequencies `upsilon and 2upsilon` respectively. Again only odd harmonics are possible for a pipe open at one end whereas all second harmonics are possible for a pipe open at both ends. Thus, it is impossible to have a common frequency at which they can resonate. |
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244. |
If the origin of co-ordinate system lies at the centre of mass. The sum of the moments of the masses of the system about the centre of mass is ………………… (a) May be greater than zero (b) May be less than zero (c) May be equal to zero (d) Always zero |
Answer» (d) Always zero |
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245. |
Write downan expression beat frequency and explain the terms there in. |
Answer» Expression of beat frequency, `Delta v = v_(1) -v_(2)` where `v_(1)` and `v_(2)` are the frequency of two waves. |
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246. |
What are transverse waves? Give illustrative examples of such waves. |
Answer» Transverse waves `:` In a wave motion, the vibration of the particles and the direction of the propagation of the waves are perpendicular to each other, the waves are said to be transverse waves. Illustrations `:` (1) Waves produced in the stretched strings are transverse. (2) When a stretched string is plucked , the waves travel along the string. (3) But the particles in the strong vibrate in the direction perpendicular to the propagation of the wave. (4) They can propagate only in solids and on the surface of the liquids. ltbr. (5) Ex `:` Light waves, surface water waves. |
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247. |
Write an expression for a progressive harmonic wave and explain the various parameters used in the expression. |
Answer» The expression of a progressive harmonic wave is written as `y = a sin ( omega t- ( 2pi)/( lambda)x)` Parameters `:` (1)Amplitude (a) `:` It is the maximum displacement of a vibrating particle from its mean position. (2) Frequency (v) `:` It is the number of complete vibrations made by a vibrating body in one second. (3) Wavelength (`lambda` ) ` :` It is defined as the distance covered by a wave while it completes one vibration. ( or )It is the distance between two consecutive points in the same phase. (4) Phase of vibration ( `phi`) `:` The phase of vibration of a vibrating particle gives its state of displacement at a given instant. Itis generally given by the phase angle. |
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248. |
What is the phase difference between two nearest crests? |
Answer» The phase difference between two nearest crests is Zero or 2π |
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249. |
What is the relation between wavelength (λ), wave velocity (v) and frequency (ν)? |
Answer» The relation between wavelength, wave velocity and frequency is v = νλ |
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250. |
We cannot hear echo in a room. Explain? |
Answer» We know that, the basic condition for an echo to be heard is that the obstacle should be rigid and of large size. Also the obstacle should be at least at a distance of 17m from the source. Since the length of the room is generally less than 17m, the conditions for the production of Echo are not satisfied. Hence no echo is heard in a room. |
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